Birkhoff normal forms for Fourier integral operators II
A. Iantchenko, J. Sjoestrand
Abstract
In this work we construct logarithms and Birkhoff normal forms for elliptic Fourier integral operators in the semi-classical limit under more general assumptions than in aprevious work by the first author. The methods are similar but slightly different.
Create a lesson
Related papers
Essential spectral geometry of the Maxwell system in unbounded domains
Francesco Ferraresso, Marco Marletta
Solving Inverse Dirac-weighted Sturm-Liouville Problems via Cauchy problems
Min Zhao, Jiangang Qi, and Xiao Chen
Uniform High-Frequency Localization on Quantum Graphs
Binh T. Nguyen
Irreducibility of the Bloch variety for periodic Schrödinger operators in arbitrary dimension
Wencai Liu
Weighted heat traces of the Dirichlet Laplacian on Lipschitz domains
Lucas Kersten
An inverse problem on eigenfunction triple products
Carl Schildkraut, Romain Speciel